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If the arrangement is of the form in which the first row consists of the first M elements of x(n), the second row consists of the next M elements of x(n), and so on, then which of the following mapping represents the above arrangement?
  • a)
    n=l+mL
  • b)
    n=Ml+m
  • c)
    n=ML+l
  • d)
    none of the mentioned
Correct answer is option 'B'. Can you explain this answer?
Verified Answer
If the arrangement is of the form in which the first row consists of t...
Explanation: If we consider the mapping n=Ml+m, then it leads to an arrangement in which the first row consists of the first M elements of x(n), the second row consists of the next M elements of x(n), and so on.
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Most Upvoted Answer
If the arrangement is of the form in which the first row consists of t...
Explanation:

Given Arrangement:
- The arrangement consists of rows with each row containing M elements of x(n).
- The first row consists of the first M elements of x(n), the second row consists of the next M elements of x(n), and so on.

Mapping Representation:
- The mapping representation for the given arrangement is: n = Ml + m
- Here, 'n' represents the index of the element in the sequence x(n).
- 'M' denotes the number of elements in each row.
- 'l' represents the row number starting from 0 for the first row.
- 'm' represents the position of the element within a row starting from 0.

Correct Mapping:
- The correct mapping representing the given arrangement is: n = Ml + m
Therefore, option 'B' (n = Ml + m) is the correct mapping that represents the given arrangement of rows with M elements in each row.
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If the arrangement is of the form in which the first row consists of the first M elements of x(n), the second row consists of the next M elements of x(n), and so on, then which of the following mapping represents the above arrangement?a)n=l+mLb)n=Ml+mc)n=ML+ld)none of the mentionedCorrect answer is option 'B'. Can you explain this answer?
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